Abstract

We associate a graph to any subset Y of a BCI-algebra X and denote it by
G(Y). Then we find the set of all connected components of G(X) and verify the relation between X
and G(X), when X is commutative BCI-algebra or G(X) is complete graph or n-star graph. Finally,
we attempt to investigate the relation between some operations on graph and some operations on BCI-algebras.

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